if 26 term of an ap is 10 find the sum of the first 51 term of ap
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an=a+[n-1]d
a26=a+[26-1]d
10=a+25d
Sn=n/2[2a+{n-1}d]
s51=n/2[2a+{51-1}d]
s51=n/2[2a+50d]
- taking 2 as common , we get
=n/2×2[a+25d]
n=51
51×10
- we get the answer as
=510
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